Question
Download Solution PDFFind the value of \(\frac {(0.0002)^2 + (0.0033)^2 + (0.0444)^2} {(0.00002)^2 + (0.00033)^2 + (0.00444)^2}\).
Answer (Detailed Solution Below)
Detailed Solution
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Calculation:
\(\dfrac {(0.0002)^2 + (0.0033)^2 + (0.0444)^2} {(0.00002)^2 + (0.00033)^2 + (0.00444)^2}\)
⇒ \(\dfrac{[(0.0002)^2+(0.0033)^2+(0.0444)^2]}{\dfrac{1}{10^2}[(0.0002)^2+(0.0033)^2+(0.0444)^2]}\)
⇒ \(\dfrac{10^2[(0.0002)^2+(0.0033)^2+(0.0444)^2]}{[(0.0002)^2+(0.0033)^2+(0.0444)^2]}\)
⇒ 102 = 100
Therefore, the value of the given expression is 100.
Last updated on Jul 8, 2025
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